wip FDH-RSA
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6 changed files with 152 additions and 6 deletions
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@ -35,6 +35,7 @@
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bin
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bin
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angstrom
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angstrom
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mirage-crypto
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mirage-crypto
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kdf
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digestif
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digestif
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duration
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duration
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jsont
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jsont
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1
mte.opam
1
mte.opam
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@ -22,6 +22,7 @@ depends: [
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"bin"
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"bin"
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"angstrom"
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"angstrom"
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"mirage-crypto"
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"mirage-crypto"
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"kdf"
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"digestif"
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"digestif"
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"duration"
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"duration"
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"jsont"
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"jsont"
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@ -1,5 +1,4 @@
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(* https://docs.taler.net/design-documents/003-tos-rendering.html
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(* https://docs.taler.net/design-documents/003-tos-rendering.html
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https://docs.taler.net/design-documents/003-tos-rendering.html
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must support `text/plain` and `text/markdown` *)
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must support `text/plain` and `text/markdown` *)
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107
src/crypto.ml
107
src/crypto.ml
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@ -64,6 +64,7 @@ module Binary_format_rsa = struct
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pub
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pub
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| _ -> assert false
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| _ -> assert false
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(* custom private key binary format <> than gcrypt *)
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let priv_to_octets ({ e; d; n; p; q; dp; dq; q' } : Mirage_crypto_pk.Rsa.priv)
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let priv_to_octets ({ e; d; n; p; q; dp; dq; q' } : Mirage_crypto_pk.Rsa.priv)
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=
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=
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z_array_to_octets [| e; d; n; p; q; dp; dq; q' |]
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z_array_to_octets [| e; d; n; p; q; dp; dq; q' |]
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@ -259,15 +260,10 @@ end
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module RsaSignature : sig
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module RsaSignature : sig
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type t
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type t
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val sign : key:Mirage_crypto_pk.Rsa.priv -> string -> t
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val jsont : t Jsont.t
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val jsont : t Jsont.t
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end = struct
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end = struct
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type t = string
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type t = string
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(* TODO rsa sign *)
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let sign ~key s =
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Mirage_crypto_pk.Rsa.decrypt ~crt_hardening:true ~mask:`Yes ~key s
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let jsont =
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let jsont =
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let of_b32 s = B32.decode s in
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let of_b32 s = B32.decode s in
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let to_b32 t = B32.encode t in
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let to_b32 t = B32.encode t in
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@ -282,3 +278,104 @@ type rsa_priv = RsaPrivateKey.t
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type rsa_pub = RsaPublicKey.t
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type rsa_pub = RsaPublicKey.t
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type rsa_sig = RsaSignature.t
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type rsa_sig = RsaSignature.t
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type denomination_hash = Hash.DenominationHash.t
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type denomination_hash = Hash.DenominationHash.t
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(* WIP *)
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module FDH_RSA = struct
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open Mirage_crypto_pk
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module Kdf = struct
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module XTR = Hkdf.Make (Digestif.SHA512)
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module PRF = Hkdf.Make (Digestif.SHA256)
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let kdf =
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fun ~xts ~ikm ~ctx ~len ->
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let prk = XTR.extract ~salt:xts ikm in
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let okm = PRF.expand ~prk ~info:ctx len in
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okm
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let kdf_mod_n ~n ~xts ~ikm ~ctx =
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let nbits = Z.numbits n in
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let len = ((nbits - 1) / 8) + 1 in
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assert (8 * len = nbits);
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let rec go ctr =
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(* cat ctx ctr_be *)
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let ctx =
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let ctx_len = String.length ctx in
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let b = Bytes.create (ctx_len + 2) in
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Bytes.blit_string ctx 0 b 0 ctx_len;
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Bytes.set_uint16_be b ctx_len ctr;
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Bytes.unsafe_to_string b
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in
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let okm = kdf ~xts ~ikm ~ctx ~len in
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assert (String.length okm = len);
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let r = Z_extra.of_octets_be okm in
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if Z.gt r n then go (succ ctr) else r
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in
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go 0
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end
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let gcd_validate r n =
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match Z.equal (Z.gcd r n) Z.one with
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| true -> ()
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| false -> Fmt.failwith "RSA key is malicious"
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let rsa_full_domain_hash pub msg =
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let xts = RsaPublicKey.to_octets pub in
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let ctx = "RSA-FDA FTpsW!" in
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let r = Kdf.kdf_mod_n ~n:pub.n ~xts ~ikm:msg ~ctx in
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gcd_validate r pub.n; r
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let rsa_blinding_key_derive (pub : RsaPublicKey.t) bks =
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let xts = "Blinding KDF extractor HMAC key" in
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let ctx = "Blinding KDF" in
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let r = Kdf.kdf_mod_n ~n:pub.n ~xts ~ikm:bks ~ctx in
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gcd_validate r pub.n; r
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let rsa_blind pub ~bks ~msg =
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let data = rsa_full_domain_hash pub msg in
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let bkey = rsa_blinding_key_derive pub bks in
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(* can we just use [powm] here instead? *)
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let r_e = Z.powm_sec bkey pub.e pub.n in
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let data_r_e = Z.rem (Z.mul data r_e) pub.n in
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Z_extra.to_octets_be data_r_e
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(* -- WIP crypto -- *)
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(* TODO crypto
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not sure about signature scheme used by taler
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libgnunetutil crypto_rsa.c use "(flags raw)" => no padding *)
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(* decrypt <=> sign *)
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let rsa_sign_z priv r =
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let data = Z_extra.to_octets_be r in
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Rsa.decrypt ~crt_hardening:true ~key:priv data
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(* TODO crypto
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look into mirage-crypto for this
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use Eqaf for constant time string compare *)
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let rsa_verify_z pub r sig_ =
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let data = Z_extra.to_octets_be r in
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let sig_' = Rsa.encrypt ~key:pub data in
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match String.equal sig_ sig_' with
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| false -> Fmt.error "RSA signature verification failed"
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| true -> Ok ()
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let rsa_sign_fdh priv msg =
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let pub = Rsa.pub_of_priv priv in
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let r = rsa_full_domain_hash pub msg in
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rsa_sign_z priv r
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let rsa_unblind pub ~bks ~sig_ =
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let bkey = rsa_blinding_key_derive pub bks in
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let r_inv =
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try Z.invert bkey pub.n
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with Division_by_zero ->
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(* => gcd(r,n) <> 1, should be already checked for *)
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assert false
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in
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let ubsig = Z.rem (Z.mul sig_ r_inv) pub.n in
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ubsig
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let rsa_verify pub ~msg ~sig_ =
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let r = rsa_full_domain_hash pub msg in
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rsa_verify_z pub r sig_
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end
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1
src/dune
1
src/dune
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caqti-driver-pgx
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caqti-driver-pgx
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bin
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bin
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mirage-crypto
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mirage-crypto
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kdf.hkdf
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digestif
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digestif
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duration
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duration
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vif
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vif
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@ -73,3 +73,50 @@ let () =
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in
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in
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()
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()
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let () =
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(* kdf *)
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let salt = "94KPT83PCNS7J83KC5P78Y8" in
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let ikm = "94KPT83MD1JJ0WV5CDS6AX10D5Q70XBM41NPAY90DNGQ8SBJD5GPR" in
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let ctx =
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"94KPT83141HPYVKMCNW78833D1TPWTSC41GPRWVF41NPWVVQDRG62WS04XMPWSKF4WG6JVH0EHM6A82J8S1G"
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in
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let out_len = 64 in
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let out =
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"GTMR4QT05Z9WF5HKVG0WK9RPXGHSMHJNW377G9GJXCA8B0FEKPF4D27RJMSJZYWSQNTBJ5EYVV7ZW18B48Z0JVJJ80RHB706Y96Q358"
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in
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let xts = salt |> decode in
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let ikm = ikm |> decode in
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let ctx = ctx |> decode in
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let okm = Crypto.FDH_RSA.Kdf.kdf ~xts ~ikm ~ctx ~len:out_len in
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let okm = okm |> encode in
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assert (okm = out);
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()
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let () =
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(* rsa blinding *)
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(* rsa_private_key data is given in gcrypt sexpr format.. *)
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let message_hash =
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"XKQMJ4CNTXBFE1V2WR6JS063J7PZQE4XMB5JH3RS5X0THQ1JQSQ69Y7KDBC9TYRJEZH48MEPY2SF4QHQ4VHXC0YQX5935MQEGP0AX6R"
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in
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let rsa_public_key =
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"040000YRN1NVJ68RS6RJF52PGRCQG19ZKWQPSTJX2G7ZDCKSZFE2VW3HHA81YF5C639JHJF5TX8YTEE2FW2WQCG1PTKNBSPPJEJGA032CN3E8QZ27VWY0K6JFT8ZSYWRH2SKDMXW56A4QKY46JJBWJ6T0ZRVBW6S1HTHXVE2RW8MXRW5T801077MDY13N5F8Z1JZVKBJ06TK3S0YPEDBXK0VEHRHEQJ5X5XYKR4KQTFAZNBMKXY8836VCHBXTK4YNX6AJ1CK29SMJH3Z3QRM16A2TNQGFR0HSMV446BF7FMT2E379ZAT5ST4G3BM2NWZYW545S2SW5MG5S6M88XZZ7SKFD48YVXNZ205GGSEYJPVBMR76WG4ZG30WBCPC1N54XE12RMAG81D8C09WG22PKGGDHYXX68N04002"
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in
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let blinding_key_secret =
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"3SWF49XZPHQMENTSBZQR7Z0B8ZSZ2JRARE79Q4VXZMQ7W6QABXMG"
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in
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let blinded_message =
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"3KHKZJZ30ABB4E56MA2V0EQWGCWH0QQG9P2ZHYHR186C5HZXJMM4N9WXAQTKS94QSV9Y17GGNXN5MB1PZZFG7Q0FY88QPKKRG4MYCPSMTZK5W59R0MJVNJ4P4AQM96TDG5W7RV8GSNR1QQZ1GNHW3CX6D6ZRTMXB2NKB5SSYTDJS79F5ZFBRZ4HVED9JBBPWSR79KVV5QQ4APBGHBCKGMF9NJJS53A1BVYHDEVYAGFYF2SNEP827ZP50FKJ5GKGV8NQ15ESEZ69AT7GJG0T3TZVENY2YN9CVR98W3BKEZ53J7VTANARG8SJS8AMJQ7S23P5HRJ7XE9KTNRNXKH49MXV9JHHYE5535N7AGWEKR47SBCGNF44Z7XJ9RV5BQV12ZRJKN4HBZQHDNCMH3QKX9Z6G64"
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in
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let open Crypto in
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let msg = message_hash |> decode in
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let pub =
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rsa_public_key |> decode |> RsaPublicKey.of_octets |> Result.get_ok
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in
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let bks = blinding_key_secret |> decode in
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let s = FDH_RSA.rsa_blind pub ~bks ~msg |> encode in
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assert (s = blinded_message);
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()
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